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Which Equation Could Generate The Curve In The Graph Below - Shipping From Texas To California

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The Properties of an Isoquant Curve. Often used in manufacturing, with capital and labor as the two factors, isoquants can show the optimal combination of inputs that will produce the maximum output at minimum cost. An "epidemic curve" shows the frequency of new cases over time based on the date of onset of disease. An isoquant shows all combinations of factors that produce a certain output. The scatter plot shows the average monthly outside temperature and the monthly electricity cost. Point source outbreaks (epidemics) involve a common source, such as contaminated food or an infected food handler, and all the exposures tend to occur in a relatively brief period. Among the properties of isoquants: - An isoquant slopes downward from left to right. Which equation could generate the curve in the gra - Gauthmath. I used this tool to generate the best-fit line: The generated equation is about y = 1x + 3. An isoquant curve is a concave-shaped line on a graph, used in the study of microeconomics, that charts all the factors, or inputs, that produce a specified level of output. This leaves us with only 2 choices, or.

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Line of Best Fit or "Trend line". To calculate an isoquant, you use the formula for the marginal rate of technical substitution (MRTS): MRTS( L, K) = − Δ L Δ K = MP K MP L where: K = Capital L = Labor MP = Marginal products of each input Δ L Δ K = Amount of capital that can be reduced when labor is increased (typically by one unit). From the math expression y = mx + b to the "science" equation.

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Although isoquant and indifference curves have a similar sloping shape, the indifference curve is read as convex, bulging outward from its point of origin. It attempts to analyze consumer behavior, and map out consumer demand. B) this must be the right choice. One of the ways cause and effect is better understood is by modeling the behavior with a math equation. The line of best fit provides a math model to make predictions about data points not on the graph and to evaluate the math model's precision. Used by producers and manufacturers, they display the best interplay of two factors that will result in the maximum output at minimum cost. Therefore; The equation is; Substitute -4 for x in the function; Hence, the equation could generate the curve in the graph is. The y-intercept comes from the point where the line passes the y-axis. An isoquant is convex to its origin point. My personal favorite way is to find the slope and the y intercept. So, the descriptive studies that generate hypotheses are essential. View question - PLEASE HELP!!!PLEASE HELP 4 QUESTIONS!!! WILL UPVOTE!!! Which equation is the BEST fit for the data in the graph? LINK BELOW. All Intermediate Geometry Resources. Continuous common source epidemics may also rise to a peak and then fall, but the cases do not all occur within the span of a single incubation period.

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This will tell you the rise (change in y, numerator) value and the run (change in x, denominator) value. Property 6: Isoquant curves do not have to be parallel to one another. For the equation of a line I'm thinking y equals mx plus b form. Which equation could generate the curve in the graph below that describes. In order for the equation to have x-intercepts at -1 and 6, it must have and as factors. The curve shows that when a firm moves down from point (a) to point (b) and it uses one additional unit of labor, the firm can give up four units of capital (K) and yet remain on the same isoquant at point (b). Teaching in the San Francisco Bay Area.

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Label the legs of the triangle. This means the equation is. This graph is used as a metric for the influence that the inputs—most commonly, capital and labor—have on the obtainable level of output or production. So I want to draw the slope triangle which connects them, all right and then where I label the sides that's going to tell me my rise and my run and then slope is vertical change on top of horizontal change. Therefore, curved lines are a special case in algebra; their equations may take on one of many forms, depending on the curved line you are dealing with. Which equation could generate the curve in the graph below that means. This one is a little harder to see where exactly the points are. What is the -intercept of: To find the y-intercept, we set. Gauth Tutor Solution. Labor is often placed along the X-axis of the isoquant graph, and capital along the Y-axis. This type of problem is all over the Algebra 1 course.

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You need to recognize the graph types by their appearance. So, we can see that the blue line passes through the most points. The vertex's x coordinate (h) is negative, while the they-coordinate (k) is positive. The isoquant is known, alternatively, as an equal product curve or a production indifference curve.

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Suppose two intercepts create a line. For example, in the graph below, Factor K represents capital, and Factor L stands for labor. Propagated (or progressive source) epidemic. Slope = (5 - 1)/(3 - 1) = 4/2 = 2. y - 1 = 2(x - 1). This y letter and that x letter are going to stay in my equation, so let's go ahead and feel in the blanks. When plotted on a graph, an indifference curve shows a combination of two goods (one on the Y-axis, the other on the X-axis) that give a consumer equal satisfaction and equal utility, or use. Very difficult to tell what the exact values are, but hectictar's logic seems sound.....!!! What Is an Isoquant in Economics? Which equation could generate the curve in the graph below? y = –2x2 + 3x – 5 y = –2x2 – 4x – 2 y = - Brainly.com. Y = x + 3 's answer is good.

16º to 21º the cost will probably change from ≈ $300 to ≈ $600. There are a few ways to determine line that best represents a collections of data. Property 1: An isoquant curve slopes downward, or is negatively sloped. What Is an Isoquant Curve?

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